XSPEC User's Guide
XSPEC User's Guide
XSPEC User's Guide
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40<br />
add a component to our model. The editmod command lets us do this without having to respecify<br />
the model from scratch. Here, we'll add a black body component.<br />
<strong>XSPEC</strong>12>editmod pha(po+bb)<br />
Model: phabs[1]( powerlaw[2] + bbody[3] )<br />
Input parameter value, delta, min, bot, top, and max values for ...<br />
Current: 3 0.01 0.0001 0.01 100 200<br />
bbody:kT>2,0<br />
Current: 1 0.01 0 0 1E+24 1E+24<br />
bbody:norm>1.e-5<br />
---------------------------------------------------------------------------<br />
---------------------------------------------------------------------------<br />
Model: phabs[1]( powerlaw[2] + bbody[3] )<br />
Model Fit Model Component Parameter Unit Value<br />
par par comp<br />
1 1 1 phabs nH 10^22 4.000 frozen<br />
2 2 2 powerlaw PhoIndex 3.594 +/- 0.6867E-01<br />
3 3 2 powerlaw norm 0.1161 +/- 0.9412E-02<br />
4 4 3 bbody kT keV 2.000 frozen<br />
5 5 3 bbody norm 1.0000E-05 +/- 0.<br />
---------------------------------------------------------------------------<br />
---------------------------------------------------------------------------<br />
Chi-Squared = 122.1538 using 31 PHA bins.<br />
Reduced chi-squared = 4.362635 for 28 degrees of freedom<br />
Null hypothesis probability = 9.963E-14<br />
Notice that in specifying the initial values of the black body, we have frozen kT at 2 keV<br />
(the canonical temperature for nuclear burning on the surface of a neutron star in a low-mass X-ray<br />
binary) and started the normalization at zero. Without these measures, the fit might “lose its way”.<br />
Now, if we fit, we get (not showing all the iterations this time):<br />
---------------------------------------------------------------------------<br />
Model: phabs[1]( powerlaw[2] + bbody[3] )<br />
Model Fit Model Component Parameter Unit Value<br />
par par comp<br />
1 1 1 phabs nH 10^22 4.000 frozen<br />
2 2 2 powerlaw PhoIndex 4.932 +/- 0.1618<br />
3 3 2 powerlaw norm 0.3761 +/- 0.5449E-01<br />
4 4 3 bbody kT keV 2.000 frozen<br />
5 5 3 bbody norm 2.3212E-04 +/- 0.3966E-04<br />
---------------------------------------------------------------------------<br />
---------------------------------------------------------------------------<br />
Chi-Squared = 55.63374 using 31 PHA bins.<br />
Reduced chi-squared = 1.986919 for 28 degrees of freedom<br />
Null hypothesis probability = 1.425E-03<br />
The fit is better than the one with just a power law and the fixed Galactic column, but it is<br />
still not good. Thawing the black body temperature and fitting gives us: